Wheat plants were cultivated in a growth chamber at normál (35 Pa, C35 plants) and enhanced (70 Pa, C70 plants) CO2 partial pressure. In C35 plants the net photosynthetic rate (P^) of flag leaves and the concentrations of saccharides such as sucrose, glucose, fructose and starch were increased. The C70 plants possessed higher chlorophyll (Chl) a and Chl b contents. The CO2 response of Pn at saturating photosynthetically active radiation (PAR) was very similar for both variants. At the highest CO2 concentration saccharides accumulated in both variants as a consequence of decreased export rate. The response of to ^t saturating CO2 concentrations was similar in the two variants. On the other hand, the response of water vapour pressure conductance (gH2o) to PAR in C35 plants followed a hyperbolic response to PAR, while in the Cjq plants it was linearly related to PAR up to the mean PAR ušed for growth. In this variant ^^20 seemed to change parallelly to changes in the mesophyll demand for CO2 caused by PAR.
New general unique solvability conditions of the Cauchy problem for systems of general linear functional differential equations are established. The class of equations considered covers, in particular, linear equations with transformed argument, integro-differential equations, neutral type equations and their systems of an arbitrary order.
In this paper we study the topological and metric rigidity of hypersurfaces in ${\mathbb H}^{n+1}$, the $(n+1)$-dimensional hyperbolic space of sectional curvature $-1$. We find conditions to ensure a complete connected oriented hypersurface in ${\mathbb H}^{n+1}$ to be diffeomorphic to a Euclidean sphere. We also give sufficient conditions for a complete connected oriented closed hypersurface with constant norm of the second fundamental form to be totally umbilic.